Results 211 to 220 of about 121,034 (244)

Modulation of Hamstrings Neural Drive During Isometric Contractions of the Hip Extensors and Knee Flexors. [PDF]

Scand J Med Sci Sports
Sahinis C, Amiridis IG, Enoka RM, Kellis E.   +3 more
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Mechanical Properties of Basalt-Polypropylene Hybrid Fiber-Reinforced Red Mud-Coal Metakaolin Geopolymer. [PDF]

Materials (Basel)
Zhao J, Yu G, Hu L, Dong Y, Liu H, Guo C, Wang Y.   +6 more
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The Effects of a Mixture of Monochromatic Green and Blue Light on Growth Performance and Immune Response in Bursa of Fabricius by Morphometry Using Staining and Immunohistochemistry in Broiler Chickens. [PDF]

Animals (Basel)
Horodincu L, Cotrutz V, Herțanu R, Petrovici A, Popovici I, Solcan G, Ciubotariu A, Henea M, Galan L, Pogoreanu R, Dinuț-Cebuc AȘ, Stafie S, Solcan C.   +12 more
europepmc   +1 more source

Correspondence of Basal Forebrain Resting-State Functional Connectivity and Cerebral Glucose Metabolism Alterations With Neurotransmitter Maps in Alzheimer's Disease. [PDF]

CNS Neurosci Ther
He Y, Xue H, Bi S, Wang Y, Liu X, Li Y, Chen Z, Rong D, Cui B, Ma J, Yan S, Lu J.   +11 more
europepmc   +1 more source

Some variants of analytic (cut) of modal logic $bf{S5}$, $bf{K4B}$, and ${bf{K}}_{bf{t}}{bf{4}}$ (Proof theory and related topics)

Some variants of analytic (cut) of modal logic $bf{S5}$, $bf{K4B}$, and ${bf{K}}_{bf{t}}{bf{4}}$ (Proof theory and related topics)
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BFS experiments

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Two BF F Subtypes, but no BF S, BF F1 or BF S07 Subdivision, Are Found by Isoelectric Focusing

Vox Sanguinis, 1989
Abstract. When studied by immunoelectrophoresis the factor B (BF)*F allele is a monomorphic protein, but by using isoelectric focusing (IEF), it turns out to be polymorphic. Two BF*F allelic subdivisions, BF*FA and BF*FB, were detected in samples from unrelated Spanish donors; *FA and *FB are in Hardy‐Weinberg equilibrium, segregate as autosomal ...
O G, Segurado, A, Arnaiz-Villena
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On the ergodic properties of Cartan flows in ergodic actions of ${\bf SL}_{\bf 2}{\bf (R)}$ and ${\bf SO}{\bf ({\bi n},1)}$

Ergodic Theory and Dynamical Systems, 1997
Let $G={\rm SL_2({\bf R})}$ (or $G={\rm SO}(n,1)$) act ergodically on a probability space $(X,m)$. We consider the ergodic properties of the flow $(X,m,\{g_t\})$, where $\{g_t\}$ is a Cartan subgroup of $G$. The geodesic flow on a compact Riemann surface is an example of such a flow; here $X=G/\Gamma$ is a transitive $G$-space, $G={\rm SL_2({\bf R ...
ALEX FURMAN, BENJAMIN WEISS
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